package com.console.wy;

import java.util.Random;
import java.util.concurrent.ExecutorService;
import java.util.concurrent.Executors;
import java.util.concurrent.TimeUnit;
import java.util.stream.IntStream;
import java.util.stream.Stream;

public class demo2 {
    // 彩虹维度坐标（兼容宇宙微波背景辐射）
    private static final String[] RAINBOW = {
            "\033[38;5;196m", // 红移频段
            "\033[38;5;208m", // 橙矮星光谱
            "\033[38;5;226m", // 黄道光子流
            "\033[38;5;46m",  // 绿移量子态
            "\033[38;5;45m",  // 蓝巨星辐射
            "\033[38;5;57m"   // 紫罗兰暗物质
    };
    public static void main(String[] args) throws Exception {
        // 启动量子特效引擎
        ExecutorService executor = Executors.newFixedThreadPool(3);

        // 彩虹进度条线程
        executor.submit(()  -> {
            IntStream.range(0,  100).forEach(i -> {
                System.out.printf("\r%s▮%s▯  %2d%% 量子纠缠态分析 ",
                        RAINBOW[i%6], RAINBOW[(i+3)%6], i);
                try { Thread.sleep(80);  } catch (Exception e) {}
            });
        });

        // 动态数据统计线程
        executor.submit(()  -> {
            new Random().ints(50, 150)
                    .forEach(speed -> System.out.printf(
                            "\t\uD83D\uDD0E 处理速度: %d Qubit/ms \t",
                            speed));
        });

        // 类加载特效
        executor.submit(()  -> {
            Stream.of("TensorProcessor",  "QuantumAdapter", "NeuralMatrix")
                    .forEach(cls -> {
                        System.out.printf("\n\uD83E\uDD16  加载 %s%s%s...",
                                RAINBOW[new Random().nextInt(6)], cls, "\033[0m");
                        try { Thread.sleep(800);  } catch (Exception e) {}
                    });
        });

        executor.shutdown();
        executor.awaitTermination(10,  TimeUnit.SECONDS);

        // 最终效果
        System.out.println("\n\n\033[36m✓  多维度数据融合完成");
        System.out.println("\033[35m◈  内存量子态分布: 0x"
                + Long.toHexString(System.nanoTime()));
        System.out.println("\033[33m★  时空曲率稳定值: "
                + new Random().nextDouble() * 10);
    }
}
